The (2n) 2 -Point Scheme Based on Bivariate Cubic Polynomial

Abstract

In this paper, we first utilize the least squares strategy for the (2n) 2 -observations to fit bivariate cubic polynomial for n ≥ 2. At that
point the (2n) 2 -point approximating subdivision scheme is built. The proposed scheme can be utilized for displaying distinctive items as a part ofthree dimensional space. It can likewise be utilized for fitting information focuses as a part of 3-dimensional space. Visual exhibitions and applications of the plan have likewise been introduced to demonstrate the execution of the scheme.